Read the following problem and its solution. ANSWER THE QUESTIONS THAT FOLLOW IN COMPLETE SENTENCES AND PROVIDE THE CORRECT UNITS WHEREVER NECESSARY. EQUATIONS ARE NOT REQUIRED. For the function f(x) = 13 sin(-2x - 2) , What is a. Horizontal Shift b. Vertical Shift Solution: The general form of a sine function is: f(x) = Asin(Bx + C) + D. for real constants A # 0, B # 0, C, D. The horizontal shift of f(z) is - The Vertical shift of f(x) is D In the case of A = 13, B = -2, C = -2, D = 0, the horizontal shift is C -2 - B 2 = 1 D =0 Now answer the following question(s). 1. What is the general form of a Sine function? 2. Why is sine function an odd function? 3. Define: of a function b. Horizontal Shift of a function 4. Define: y of a function b. Midline of a function 5. Define a. Amplitude of a function b. Period of a function